Nível internoToda amostra, após rigorosa identificação e preparo, é encaminhada para análise dos elementos solicitados, onde são integradas em corridas analíticas. Em toda corrida analítica uma amostra controle, ou seja com resultados previamente conhecidos é adicionada, servindo assim como controle de qualidade.
Nível externo
Análises de solos (macro e micronutrientes)
Participação no ensaio de proficiência coordenado pelo Intituto Agronômico de Campinas (IAC), recebendo aprovação desde 1983.
Laboratório aprovado pelo Programa de Análise de Qualidade de Laboratórios de Fertilidade (PAQLF) da EMBRAPA.
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)
O Laboratório de Análises Químicas do Solo e Laboratório de Análises Ambientais são acreditados pela Cgcre em ensaios na ABNT NBR ISO/IEC17025 sob número CRL 0543. A situação atual da acreditação e nosso escopo podem ser verificados no endereço eletrônico www.Inmetro.gov.br/credenciamento/laboratoriosAcreditados.asp
Análises de tecidos vegetais
O controle de qualidade das análises de tecidos vegetais é realizado pelo Departamento de Ciência do Solo da ESALQ, desde 1990 em cooperação com a Sociedade Brasileira de Ciência do Solo (SBCS). Anualmente, 16 amostras de tecidos vegetais, em lotes de 4 amostras, são enviadas aos laboratórios, para análises de controle de qualidade. O selo de qualidade, juntamente com uma nota, é conferido anualmente aos laboratórios cujos resultados das análises estão dentro dos padrões estabelecidos pela ESALQ.